However, regulatory developments are maybe probably the most important consider Bitcoin's future. This change could increase institutional adoption.With more established monetary players coming into the house, Bitcoin may benefit from this heightened confidence. However, stricter rules in key markets just like the US or Europe could pose challenges.
<ul> <li>Historically, bitcoin?and by extension the whole crypto market?rises and falls in line with the four-year bitcoin halving cycle.</li> <li>While BTC may experience some volatility, its ability to stay above key help ranges indicators resilience.</li> <li>Spot bitcoin ETFs, hailed as a watershed moment, provided regulated avenues for big capital swimming pools, similar to pension funds and retirement accounts, to realize publicity.</li> <li>But with the order now out and the Federal Reserve holding interest rates regular, uncertainties which were generating headwinds for the crypto have ebbed, the banks' global head of digital assets research mentioned.</li></ul>
By 2027, Bitcoin's integration into international finance and decentralized functions might be profound. As industries embrace blockchain, the BTC worth would possibly replicate this common adoption, ranging from a stable basis of $72,456.61 to record peaks of $81,206.38. In this text, you will learn how Bitcoin is anticipated to perform in the coming years. Read the technical evaluation and everything you have to know about the coin. For Jake, Bitcoin represents extra than just an investment; it is a peaceful revolution. He envisions a future the place Bitcoin fosters a sustainable and accountable monetary framework for generations to return.
So far, this year’s halving that happened on April 20, 2024, has not brought on the surge to the BTC, as experts anticipated. Projecting a 10-year growth in a volatile asset like Bitcoin appears a far-stretched notion. Presidential election in 2024, ensuing in the BTC price smashing the $100k mark with a meteoric rise of ~50% within days. Moreover, with the oath-taking ceremony, the value of Bitcoin might doubtlessly head toward a new all-time high. As lengthy as there are not any threats to it by means of competition and regulation, its finite provide and growing popularity should ensure that it retains conquering new value highs. It is predicted that BTC worth would possibly meet a bull development within the nearest future.
<div style="text-align:center"> <iframe width="565" height="319" src="https://www.youtube.com/embed/6fmn1XE8NjI" frameborder="0" alt="Bitcoin price prediction" allowfullscreen></iframe></div>
<h2>Bitcoin (btc) Worth Prediction 2040</h2>
An RSI reading beneath 30 signifies that the asset is currently undervalued, while an RSI studying above 70 indicates that the asset is currently overvalued. The BTC cryptocurrency is forecasted to hit a high level of $?96,990 in February and attain a low of $?seventy eight,143 in December. Overall, BTC is anticipated to commerce at an average worth of $?ninety one,288 in 2027. Some recommend Bitcoin could remain in the 70,000$-90,000$ vary as a result of rising competitors from different cryptocurrencies, continued regulatory uncertainty, and potential safety points within the Bitcoin community. Even though those predictions are unlikely to be true, they show the inherent sentiment across the market.
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">
<h3>Is Btc An Excellent Investment?</h3>
As the previous halving occurred in April 2024, Sigel predicts 2024 and 2025 might be sturdy years. “ https://dev-westudy.accedo.gr/members/findowl47/activity/2141864/ down 12 months usually is the second yr after the halving,” Sigel explained. Many analysts anticipate Bitcoin’s worth to interrupt above the $100,000 mark and should even hit $250,000 by 2025. However, a extra plausible situation is that Bitcoin’s growth pace might decline with time as a result of a saturated market. Bitcoin’s inflation rate will be only zero.05% in 2040, which implies that the price shall be dictated by its adoption ranges and USD inflation (if there is still a US dollar).
From being in the end nearly worthless, this coin has grown to turn out to be one of the largest property in the world. At its top, Bitcoin’s market cap was even larger than that of a number of established businesses. After years of research of the Bitcoin worth, crypto specialists are prepared to provide their BTC cost estimation for 2033. It shall be traded for a minimum of $2,413,579, with the potential most peaks at $2,876,568. Therefore, on average, you can count on the BTC worth to be around $2,482,591 in 2033.

<h2>Cathie Wood’s Bullish Long-term Value Prediction For Bitcoin</h2>
This 12 months has been monumental for bitcoin thus far, with the launch of 11 spot exchange-traded funds (ETFs) on main exchanges in the US and BTC twice breaking all-time high prices. “We estimate BTC will reach a cycle excessive of $225,000 by YE2025,” wrote analysts at the funding bank, established in 1868. They underscored the potential influence of spot Bitcoin ETFs gaining traction, adding that “accelerating institutional investor and corporate adoption” would doubtless bolster Bitcoin’s market cap. Another issue is the potential for a extra favorable regulatory local weather underneath a model new US administration. The world’s largest cryptocurrency, BTC, which was on a restoration path, has elevated around 147.39% in one yr. As of Dec. 05, 2024, it's at present buying and selling at $102,658, with a market capitalization of $2.03 trillion and a global cryptocurrency market capitalization of $3.sixty nine trillion.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="602px" alt="Bitcoin price prediction" 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">
Spot bitcoin ETFs, hailed as a watershed second, offered regulated avenues for big capital swimming pools, corresponding to pension funds and retirement accounts, to gain exposure. With regulatory frameworks turning into clearer and adoption growing throughout industries, bitcoin entered 2025 with significant momentum. Its resilience and unmatched financial properties make it a cornerstone of the rising digital financial ecosystem. Vikram Subburaj, chief executive officer of Giottus, mentioned that hypothesis is rife about how high BTC can go, with many predicting $1,000,000.